Pages that link to "Item:Q3224631"

The following pages link to A HIGHER ORDER METHOD OF MULTIPLE SCALES (Q3224631):

Displaying 16 items.

• Multiple scales via Galerkin projections: Approximate asymptotics for strongly nonlinear oscillations (Q1419500) (← links)
• The method of multiple scales: Asymptotic solutions and normal forms for nonlinear oscillatory problems (Q1918504) (← links)
• Perturbation method in qualitative analysis of dynamical systems (Q2458182) (← links)
• Resolving controversies in the application of the method of multiple scales and the generalized method of averaging (Q2499457) (← links)
• A refined asymptotic perturbation method for nonlinear dynamical systems (Q2511635) (← links)
• Qualitative analysis of classes of motion for multiresonant systems. I: An algebraic method (Q2575225) (← links)
• Profits and pitfalls of timescales in asymptotics (Q2808250) (← links)
• Use of transformations with the higher order method of multiple scales to determine the steady state periodic response of harmonically excited non-linear oscillators. I: Transformation of derivative (Q2883716) (← links)
• Use of transformations with the higher order method of multiple scales to determine the steady state periodic response of harmonically excited non-linear oscillators. II: Transformation of detuning (Q2883717) (← links)
• Modified poisson series to implement the method of multiple scales (Q2977936) (← links)
• THE KBM DERIVATIVE EXPANSION METHOD IS EQUIVALENT TO THE MULTIPLE-TIME-SCALES METHOD (Q3224618) (← links)
• A COMPARISON OF DIFFERENT VERSIONS OF THE METHOD OF MULTIPLE SCALES FOR PARTIAL DIFFERENTIAL EQUATIONS (Q3224652) (← links)
• A composite hopscotch method of increased accuracy (Q3811632) (← links)
• The equivalence between two perturbation methods in weakly nonlinear stability theory for parallel shear flows (Q3830704) (← links)
• Methods of centre manifold and multiple scales in the theory of weakly nonlinear stability for fluid motions (Q4005623) (← links)
• (Q4309816) (← links)